A simple recap sheet on angles. Covering angles on a striaght line/around a point, angles in a triangle/quadrilateral, opposite angles, parallel lines and interior/exterior angles. Answers included on last page. Used for bottom set year 9's/10's.

A differentiated worksheet on Two Way Tables. Two further extension worksheets included.

Treasure Hunt activity revising key rules of fractions. Covering fractions of amounts, equivalent fractions/simplifying fractions, adding and subtracting fractions and multiplying and dividing fractions. Increases in difficulty thoughout. Learners need to answer the questions, find the card with the answer on, write down the symbol and match the symbol to a letter. Sounds complicated, but they love it! The final answer should be DENOMINATOR IS AT THE BOTTOM. Thanks to eam_larkin for the idea! :)

Using tree /sample space diagrams to calculate which game you are most likely to win. There are both independent and dependent questions within this task.<br /> When I use it with my class I put a laminated copy of each game around the room and leave the first slide (explaining the task) on the board. Students then work in small groups to find which game is best to play.<br /> Answers are provided to all 8 games, along with a couple of extension questions to stretch students that finish. Some students may then wish to create their own game.<br /> I have uploaded a PDF copy and a PowerPoint copy if you want to edit the first slide to your own name.

A differentiated tarsia puzzle on solving equations. Red dots being the most simple and green dots being the most difficult (with 3 purple dot extension questions). An extra extension could be asking learners to create their own questions for the answers around the edge. Goes from very simple equations to unknowns on both sides (including brackets).

Differentiated tarsia on multiplying and dividing fractions. Red dots are multiplying questions, amber dots are dividing questions and green dots are whole numbers multiplied/divided by fractions. There are some extra questions around the edge - including purple extension questions. I have also attached a tarsia with 6 deliberate mistakes on it. Print out the answers and get the learners to identify the 2 red, 2 amber and 2 green mistakes. They can then correct these and calculate the questions around the edge.

A worksheet on listing all possible combinations with some probability questions too. Just change the teacher name and you're ready to go. Originally used with my bottom set year 9&'s and 10&';s.

There are 4 mistakes on this multiplying decimals tarisa. Learners have to identify the mistakes from this answers print out. Learners need to show worked examples throughout - focusing partucluarly on the answers that are incorrect.

Differentiated tarsia on adding fractions. Red dots have the same denominator, amber dots need one denominator to be changed, green dots need both denominators to be changed. Around the outside there are 12 subtracting fractions questions to answer as an extension. I also have a tarsia on multiplying/dividing fractions.

A tarsia on expanding brackets. Fully differentiated. Red dots = expanding simple single brackets, Amber = expanding trickier single brackets, green = expanding double brackets. Purple = extension. One tarisa has no mistakes in it, the other tarsia has 6 deliberate mistakes for learners to find (2 from each colour).

6 Problem solving style questions on % increase and decrease. Differentiated to include 2 red, 2 amber and 2 green questions. I have laminated class sets and cut out individual cards, but will work just as well from a sheet.

Fully differentiated tarsia on multiplying decimals. Red dot = integer x decimals, amber dot = decimal x decimal, green dot = more difficult decimal x decimal, purple dot = trickier questions. Why not make some deliberate mistakes for an interesting spin on the tarsia?!

Differentiated tarsia finding percentage of amounts with RAG questions and extensions around the edge.

Differentiated tarsia puzzle with RAG questions. Extension = create questions for the answers around the edge.<br /> a = 2, b = -3, c=5, d=-4, e=4, f=1, g=-5, h= 6

A quick reminder sticker of the key rules of area, perimeter and volume.

Differentiated tarsia puzzle with RAG questions. Extension questions around the edge.